Did the Covid shot make you cranky?

[AchingBack]

I don't know how they can come up with a number when so many people supposedly had the virus without ANY symptoms...

They are not testing for antibodies before administering the vaccine...

Rat # 1. Are you going to get vaccinated for Covid-19?
Rat #2. Are you crazy, they're still testing it on humans...!

 

[the old grind]

A year or so of 'testing on Humans' has shown most vaccines given EUA are >90% effective. btw, I've never caught polio, TB, or shingles. I gambled on vaccines, more than once. So far so good.

 

[ArlyA]

And they were tested. They did it the same time as production was being set up. The CDC made special steps to speed the process up. Its called a pandemic for a reason.

 

[Larry Caldwell]

Me neither. I'm pretty sure my odds of winning the lottery are less than the odds that I'll die in an auto accident on the way to buy my ticket.

I figure if you want to get struck by lightning you have to go stand in the pasture.

 

[Jstpssng]

I figure if you want to get struck by lightning you have to go stand in the pasture.

Or on a golf course. Caddyshack + bill murray in thunderstorm - Bing video

 

[MoKelly]

Or on a golf course. Caddyshack + bill murray in thunderstorm - Bing video

Bill Murray at his best in that movie!

MoKelly

 

[cqaigy2]

Actually though, 10 tickets means that you have 10 chances in 292 million.

actually that would be 292million and 10. You have to add your tickets to the total tickets sold.

 

[Larry Caldwell]

Buying multiple tickets does not significantly increase your chance of winning. Always bet the same number. Buying quick picks makes you a moving target.

 

[the old grind]

Statistically 'easy pick' numbers win ~2 out of 3 jackpots. 10 tickets out of 292 mil is 1:29.2 mil odds. The math isn't that difficult. In school we called it statistical probability and it's why we can expect to roll 7s with dice more often than other combos.

 

[Jstpssng]

Statistically 'easy pick' numbers win ~2 out of 3 jackpots. 10 tickets out of 292 mil is 1:29.2 mil odds. The math isn't that difficult. In school we called it statistical probability and it's why we can expect to roll 7s with dice more often than other combos.

Not true. It's actually 10 chances in 292 million.(Plus 10, if you read CQuaigy's comment.) I don't understand the math yet that's one of the few things I still remember from my statistics class... probably because it seems counterintuitive.